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zoso335
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Homework Statement
The potential for an infinite square well is given by V=0 for 0<x<a and infinite elsewhere. Suppose a particle initially(t=0) has uniform probability density in the region a/4<x<3a/4 :
a.) Sketch the probability density
b.) Write an expression for the wavefunction as t=0
c.) Find the normalization constant
d.) What is the probability of finding the particle in the lowest eigenstate of the well?
e.) What is the probability of finding the particle in the second lowest eigenstate of the well?
Homework Equations
The Attempt at a Solution
I have no idea what to do this for this since the wave function is always described as wavelengths in the well, but since its uniform for a/4<x<3a/4 I don't know how to set it up right